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Table 5 ARCO Multivariate Logistic Regression Analysis for Different Stages of ARCO

From: Relationship between lipid metabolism, coagulation and other blood indices and etiology and staging of non-traumatic femoral head necrosis: a multivariate logistic regression-based analysis

  

B

Wald

P value

Exp(B)

95%CL

Lower

Upper

III

Intercept

−29.47

19.485

<0.001

   
 

LDL

−1.88

48.193

<0.001

0.153

0.09

0.259

 

N-HDL

1.609

71.742

<0.001

5

3.445

7.257

 

TG

−0.139

0.596

0.44

0.87

0.611

1.239

 

ApoB

1.611

22.454

<0.001

5.009

2.572

9.754

 

ApoA1

−0.425

7.346

0.007

0.654

0.481

0.889

 

UA

0.008

3.927

0.048

1.008

1

1.016

 

ApoE

0.204

1.803

0.179

1.226

0.91

1.652

 

APTT

0.289

6.157

0.013

1.336

1.063

1.679

 

PT

0.553

6.678

0.01

1.738

1.143

2.642

 

D-D

0.288

2.913

0.088

1.333

0.958

1.855

 

PLT

0.023

9.667

0.002

1.024

1.009

1.039

 

Sex = 1

0.405

0.557

0.455

1.499

0.518

4.341

 

Sex = 2

0b

.

.

.

.

.

 

Age = 1

0.096

0.026

0.872

1.101

0.341

3.558

 

Age = 2

3.92

19.736

<0.001

50.406

8.941

284.172

 

Age = 3

0b

.

.

.

.

.

 

BMI = 1

−1.621

2.912

0.088

0.198

0.031

1.272

 

BMI = 2

0b

.

.

.

.

.

IV

Intercept

−37.698

27.19

<0.001

   
 

LDL

−3.609

133.237

<0.001

0.027

0.015

0.05

 

N-HDL

2.809

170.689

<0.001

16.592

10.886

25.287

 

TG

−0.213

1.202

0.273

0.808

0.552

1.183

 

ApoB

2.811

51.734

<0.001

16.630

7.731

35.776

 

ApoA1

−0.313

2.78

0.095

0.731

0.506

1.056

 

UA

0.005

1.489

0.222

1.006

0.997

1.014

 

ApoE

0.299

3.373

0.066

1.349

0.98

1.857

 

APTT

0.289

6.103

0.013

1.335

1.061

1.678

 

PT

0.45

3.412

0.065

1.569

0.973

2.53

 

D-D

1.171

37.783

<0.001

3.227

2.221

4.688

 

PLT

0.011

1.805

0.179

1.011

0.995

1.029

 

Sex = 1

0.548

0.75

0.387

1.729

0.501

5.975

 

Sex = 2

0

.

.

.

.

.

 

Age = 1

−0.355

0.201

0.654

0.701

0.149

3.308

 

Age = 2

6.348

42.517

<0.001

571.533

84.785

3852.674

 

Age = 3

0b

.

.

.

.

.

 

BMI = 0

−3.024

8.041

0.005

0.049

0.006

0.393

 

BMI = 1

0b

.

.

.

.

.

  1. “b” means that the item is a reference item and is therefore set to 0